Question

When simplified (3X2) (9X-6) becomes

Answer 1

Is that \[(3x ^{2})(9x-6)\]

Answer 2

If so, you simply need to expand the part on the left to the part on the right by multiplication. So (\[(3x ^{2})(9x)\] which comes out to \[27x^3\] and \[-18x ^{2}\].

Combining those you get 27x^3-18x^2

Answer 3

2 -6
no its 3X and 9X

Answer 4

Since you have an exponent to the nexative power, that is the same as \[\frac{ 9 }{ x^6 }\]
when you multiply 3x^2 by 9/x^6 you get \[\frac{ 27x^2 }{ x^6 }\].

From here you can cancel powers and get 24/x^4 as your answer

Answer 5

how did you get 24